A New Subclass of Analytic Functions on Unit Disk Defined by Using Integral Operator

Abstract

The objective of this paper is  to construct a new subclass of univalent analytic functions using  integral operator inside an open unit disk  method for proving these theorems, which are utilized to derive new findings on this topic, relies  on the Lemma  and Lemma  that are stated in this study. The new findings of coefficient bounds for new subclass were used to obtain the theorems of  The Growth and distortion , Extreme points and Hadamared product of  functions. The novelty of this work adds to the body of knowledge already available on the convolution of univalent analytic function and integral operator.